AbstractWe define the concept of strongly p-summing multilinear operators and prove that they have properly defined Aron–Berner extensions. Some properties and examples are shown
A multivariable version of the strong maximal function is introduced and a sharp distributional esti...
AbstractIn this paper, we improve some previous results about multiple p-summing multilinear operato...
AbstractA scalar sequence (αi) is said to be a p-summing multiplier of a Banach space E, if ∑∞i=1‖αi...
AbstractIn this paper, we introduce and study a new concept of summability in the category of multil...
In this paper we generalize a theorem of Kwapien which asserts that a linear operator T is absolutel...
AbstractIn this paper we extend and generalize several known estimates for homogeneous polynomials a...
In the last decades many authors have become interested in the study of multilinear and polynomial g...
AbstractIn this paper, we improve some previous results about multiple p-summing multilinear operato...
We introduce the new class of the (p;p1,...,pm; s)-absolutely continuous operators, that is defined ...
It is well known that not every summability property for multilinear operators leads to a factorizat...
[EN] Using a general tensor norm approach, our aim is to show that some distinguished classes of sum...
The main goal of this work is to establish necessary and su cient conditions for a class of continu...
Abstract. We introduce a new class of multilinear p-summing operators, which we call multiple p-summ...
We analyse the interplay between maximal/minimal/adjoint ideals of multilinear operators (between se...
Let 1 ≤ p ≤ q < ∞ and let X be a p-convex Banach function space over a σ-finite measure μ. We combin...
A multivariable version of the strong maximal function is introduced and a sharp distributional esti...
AbstractIn this paper, we improve some previous results about multiple p-summing multilinear operato...
AbstractA scalar sequence (αi) is said to be a p-summing multiplier of a Banach space E, if ∑∞i=1‖αi...
AbstractIn this paper, we introduce and study a new concept of summability in the category of multil...
In this paper we generalize a theorem of Kwapien which asserts that a linear operator T is absolutel...
AbstractIn this paper we extend and generalize several known estimates for homogeneous polynomials a...
In the last decades many authors have become interested in the study of multilinear and polynomial g...
AbstractIn this paper, we improve some previous results about multiple p-summing multilinear operato...
We introduce the new class of the (p;p1,...,pm; s)-absolutely continuous operators, that is defined ...
It is well known that not every summability property for multilinear operators leads to a factorizat...
[EN] Using a general tensor norm approach, our aim is to show that some distinguished classes of sum...
The main goal of this work is to establish necessary and su cient conditions for a class of continu...
Abstract. We introduce a new class of multilinear p-summing operators, which we call multiple p-summ...
We analyse the interplay between maximal/minimal/adjoint ideals of multilinear operators (between se...
Let 1 ≤ p ≤ q < ∞ and let X be a p-convex Banach function space over a σ-finite measure μ. We combin...
A multivariable version of the strong maximal function is introduced and a sharp distributional esti...
AbstractIn this paper, we improve some previous results about multiple p-summing multilinear operato...
AbstractA scalar sequence (αi) is said to be a p-summing multiplier of a Banach space E, if ∑∞i=1‖αi...
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